Higher Transcendental Functions, Volume 2McGraw-Hill, 1953 - Transcendental functions |
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Page 106
... London Math . Soc . ( 2 ) , 30 , 415-421 . Bailey , W. N. , 1930 a : Proc . London Math . Soc . ( 2 ) , 30 , 422-424 . Bailey , W. N. , 1930b : J. London Math . Soc . 5 , 258-265 . 1930c : Proc . London Math . Soc . ( 2 ) , 31 , 200-208 ...
... London Math . Soc . ( 2 ) , 30 , 415-421 . Bailey , W. N. , 1930 a : Proc . London Math . Soc . ( 2 ) , 30 , 422-424 . Bailey , W. N. , 1930b : J. London Math . Soc . 5 , 258-265 . 1930c : Proc . London Math . Soc . ( 2 ) , 31 , 200-208 ...
Page 107
... Math . Soc . 38 , 181-184 . Bradley , W. F. , 1936 : Proc . London Math . Soc . 31 , 209-214 . Bruijn , N. G. , 1948 : Philos . Mag . 39 , 134-140 . Bruijn , N. G. , 1950 : Duke Math . J. 17 , 197-225 . Buchholz , Herbert , 1939 ...
... Math . Soc . 38 , 181-184 . Bradley , W. F. , 1936 : Proc . London Math . Soc . 31 , 209-214 . Bruijn , N. G. , 1948 : Philos . Mag . 39 , 134-140 . Bruijn , N. G. , 1950 : Duke Math . J. 17 , 197-225 . Buchholz , Herbert , 1939 ...
Page 113
... Math . 50 , 569-590 . Stone , M. H. , 1927 : Ann . Math . ( 2 ) 28 ; 271-290 . Straubel , Rudolph , 1941 : Ing ... London Math . Soc . 36 , 427 . Szymanski , Piotr , 1935 : Proc . London Math . Soc . 40 , 71-82 . Temple , G. , 1927 ...
... Math . 50 , 569-590 . Stone , M. H. , 1927 : Ann . Math . ( 2 ) 28 ; 271-290 . Straubel , Rudolph , 1941 : Ing ... London Math . Soc . 36 , 427 . Szymanski , Piotr , 1935 : Proc . London Math . Soc . 40 , 71-82 . Temple , G. , 1927 ...
Contents
BESSEL FUNCTIONS | 1 |
Modified Bessel functions of integer order | 9 |
4 | 22 |
Copyright | |
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½ π ½µ ½π a₁ addition theorem Akad algebraic Amer Bessel functions coefficients complex convergence corresponding cosh defined denotes derived differential equation elliptic integrals Erdélyi expressed in terms finite formulas ƒª Gegenbauer Gegenbauer polynomials given H₂ harmonic polynomial hence Hermite polynomials hypergeometric functions integral representations J₂ Jacobi polynomials Jacobian elliptic functions Ju+n Koschmieder Laguerre polynomials Legendre Legendre's London Math Meijer nomials notation obtain orthogonal polynomials poles polynomial of degree Proc proved rational function recurrence relation second kind sin² sinh surface harmonics Szegő theory theta functions third kind transformation Tricomi values variable Watson Weierstrass weight function г ½